| 查看: 353 | 回复: 2 | |||
| 本帖产生 1 个 ,点击这里进行查看 | |||
peng_weishi新虫 (初入文坛)
|
[交流]
查wos
|
||
|
mean-square practical stability criteria for uncertain time-varying stochastic systems with additive noise controlled by optimal feedback 发自小木虫Android客户端 |
» 猜你喜欢
不要再数国自然申请书的 filecode 的分隔符个数了
已经有19人回复
生命口会评
已经有13人回复
明天E口面上会评
已经有9人回复
E口会评
已经有6人回复
轴手性化合物的确定
已经有5人回复
MSER送审了还被拒稿
已经有6人回复
内心匮乏
已经有7人回复
祈祷青基必中
已经有16人回复
27届辽宁大学应届毕业生申博
已经有3人回复
关于如何从代码看上不上会
已经有23人回复
lzg020716
木虫 (文学泰斗)
- 应助: 222 (大学生)
- 金币: 18818.3
- 散金: 108
- 红花: 48
- 沙发: 2
- 帖子: 65265
- 在线: 2637.7小时
- 虫号: 279196
- 注册: 2006-09-16
- 性别: GG
- 专业: 植物生理与生化
★ ★ ★ ★ ★ ★ ★ ★ ★ ★
peng_weishi: 金币+10, 谢谢 2016-06-02 23:57:59
sunshan4379: LS-EPI+1, 感谢应助! 2016-06-03 19:54:43
peng_weishi: 金币+10, 谢谢 2016-06-02 23:57:59
sunshan4379: LS-EPI+1, 感谢应助! 2016-06-03 19:54:43
|
Mean-square practical stability for uncertain stochastic system with additive noise controlled by optimal feedback 作者 ong-hui Mao; Yang-wang Fang; Peng-fei Yang; You-li Wu; Xiao-ju YongOptik 卷: 127 期: 13 页: 5334-40 DOI: 10.1016/j.ijleo.2016.02.068 出版年: July 2016 摘要 Stability concepts addressed in the framework of Lyapunov are not suitable to analyze the stability of stochastic systems with additive noise since it has no equilibrium. The mean-square practical stability is introduced to study the stability of uncertain stochastic systems with additive noise controlled by linear-quadratic optimal feedback. By using Lyapunov functional methods and the comparison principle, criteria on mean-square practical stability of stochastic systems with partially known uncertainties and norm-bounded parameter uncertainties are deduced, respectively. Some numerical examples and simulations are given to illustrate the validity of the theoretical analysis. [All rights reserved Elsevier]. 作者信息 作者地址: Dong-hui Mao; Yang-wang Fang; Peng-fei Yang; You-li Wu; Xiao-ju Yong; Aeronaut. & Astronaut. Eng. Coll, Air Force Eng. Univ., Xi'an, China. 出版商 Elsevier B.V., Netherlands 类别 / 分类 研究方向:Computer Science (由 Thomson Reuters 提供) 分类代码:C1340G Time-varying control systems; C1330 Optimal control; C1320 Stability in control theory CODEN:OTIKAJ 受控索引:feedback; linear quadratic control; Lyapunov methods; stability; stochastic systems; uncertain systems 非受控索引:mean-square practical stability; uncertain stochastic system; additive noise controlled; Lyapunov framework; linear-quadratic optimal feedback; Lyapunov functional methods; comparison principle; norm-bounded parameter uncertainties 文献信息 文献类型:Journal Paper 语种:English 入藏号:INSPEC:15935831 ISSN:0030-4026 参考文献数:14 期刊信息 Impact Factor (影响因子): Journal Citation Reports® 其他信息 处理类型:Theoretical or Mathematical 文献号:S0030-4026(16)30151-6 |

2楼2016-06-01 22:13:08
peng_weishi
新虫 (初入文坛)
- 应助: 0 (幼儿园)
- 金币: 1186.3
- 散金: 50
- 帖子: 48
- 在线: 24.5小时
- 虫号: 3467243
- 注册: 2014-10-11
- 性别: MM
- 专业: 人工智能与知识工程
3楼2016-06-01 22:50:42











回复此楼
ong-hui Mao; Yang-wang Fang; Peng-fei Yang; You-li Wu; Xiao-ju Yong